Out of the two bar graphs provided below, one shows the amounts (in Lakh Rs.) invested by a Company in purchasing raw materials over the years and the other shows the values (in Lakh Rs.) of finished goods sold by the Company over the years.
1996
1997
1998
1999
Correct answer is A
The percentage increase in the amount invested in raw-materials as compared to the previous year, for different years are:
For 1996 = [ (225 - 120)/120 ] % = 87.5%
For 1997 = [ (375 - 225)/225 ] % = 66.67%
For 1998, there is a decrease.
For 1999 = [ (525 - 330)/330 ] % = 59.09%
For 2000, there is a decrease.
Therefore, there is maximum percentage increase in 1996.
Out of the two bar graphs provided below, one shows the amounts (in Lakh Rs.) invested by a Company in purchasing raw materials over the years and the other shows the values (in Lakh Rs.) of finished goods sold by the Company over the years.
1996
1997
1998
1999
Correct answer is B
The percentage change in the amount invested in raw-materials and in the value of sales of finished goods for different years are:
Percentage change in Amount invested in raw-material:
For 1996 = [ (225 - 120)/120 x 100 ] % = 87.5%
For 1997 = [ (375 - 225)/225 x 100 ] % = 66.67%
For 1998 = [ (330 - 375)/375 x 100 ] % = -12%
For 1999 = [ (525 - 330)/330 x 100 ] % = 59.09%
For 2000 = [ (420 - 525)/525 x 100 ] % = -20%
Percentage change in value of sales of finished goods:
For 1996 = [ (300 - 200)/200 x 100 ] % = 50%
For 1997 = [ (500 - 300)/300 x 100 ] % = 66.7%
For 1998 = [ (400 - 500)/500 x 100 ] % = -20%
For 1999 = [ (600 - 400)/400 x 100 ] % = 50%
For 2000 = [ (460 - 600)/600 x 100 ] % = -23.33%
Thus, the percentage difference is same during the year 1997.
Out of the two bar graphs provided below, one shows the amounts (in Lakh Rs.) invested by a Company in purchasing raw materials over the years and the other shows the values (in Lakh Rs.) of finished goods sold by the Company over the years.
Rs. 62.5 lakhs
Rs. 68.5 lakhs
Rs. 71.5 lakhs
Rs. 77.5 lakhs
Correct answer is D
Required difference
= Rs. [ 1/6 x (200 + 300 + 500 + 400 + 600 +460) - 1/6 x (120 + 225 + 375 + 330 + 525 + 420) ] lakhs
= Rs. [ ( 2460/6 ) - ( 1995/6 ) ] lakhs
= Rs. (410 - 332.5) lakhs
= Rs. 77.5 lakhs.
Out of the two bar graphs provided below, one shows the amounts (in Lakh Rs.) invested by a Company in purchasing raw materials over the years and the other shows the values (in Lakh Rs.) of finished goods sold by the Company over the years.
33%
37%
45%
49%
Correct answer is D
Required percentage = [ 600/(375 + 330 + 525) x 100 ] %
= 48.78%
≈ 49%.
Out of the two bar graphs provided below, one shows the amounts (in Lakh Rs.) invested by a Company in purchasing raw materials over the years and the other shows the values (in Lakh Rs.) of finished goods sold by the Company over the years.
1995
1996
1997
1998
Correct answer is C
The differences between the amount invested in raw material and the value of sales of finished goods for various years are:
For 1995 = Rs. (200 - 120) lakhs = Rs. 80 lakhs.
For 1996 = Rs. (300 - 225) lakhs = Rs. 75 lakhs.
For 1997 = Rs. (500 - 375) lakhs = Rs. 125 lakhs.
For 1998 = Rs. (400 - 330) lakhs = Rs. 70 lakhs.
For 1999 = Rs. (600 - 525) lakhs = Rs. 75 lakhs.
For 2000 = Rs. (460 - 420) lakhs = Rs. 40 lakhs.
Clearly, maximum difference was during 1997.